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NEW QUESTION: 1
Scenario
Refer to the topology. Your company has decided to connect the main office with three other remote branch offices using point-to-point serial links.
You are required to troubleshoot and resolve OSPF neighbor adjacency issues between the main office and the routers located in the remote branch offices.
Use appropriate show commands to troubleshoot the issues and answer all four questions.
Instructions








An OSPF neighbor adjacency is not formed between R3 in the main office and R5 in the Branch2 office.
What is causing the problem?
A. There is an area ID mismatch.
B. There is a missing network command in the OSPF process on R5.
C. There is an OSPF hello and dead interval mismatch.
D. There is a PPP authentication issue; a password mismatch.
Answer: C
Explanation:
Explanation/Reference:
Explanation:
Here are the relevant parts of the router configs:

Continue checking their connected interfaces with the "show running-config" command:


The only difference we can see here is the line "ip ospf hello-interval 50″ on R3. This command sets the number of seconds R3 waits before sending the next hello packet out this interface. In this case after configuring this command, R3 will send hello packets to R5 every 50 seconds. But the default value of hello-interval is 10 seconds and R5 is using it. Therefore we can think of a hello interval mismatch problem here. You can verify with the "show ip ospf interface <interface>" command on each router.

So we can see both hello and dead interval are mismatched because the dead interval always four times the value of hello interval, unless you manually configure the dead interval (with the ip ospf dead-interval
<seconds> command).

NEW QUESTION: 2
The data below were gathered on two different machine centers and two products.

Which item below would be part of a linear programming formulation of this problem?
A. Subject to: 4A + 5B < 130.
B. Maximize: Contribution > 4A + 5B.
C. Subject to: A < O.
D. Subject to: 2.5A + 4B < 60.
Answer: D
Explanation:
The linear programming solution is subject to constraints on the availability of machine hours in both centers. For example, products A and B require 2.5 and 4 hours per unit, respectively, in Machine Center 1, but only 60 hours are available. Hence, the optimal production of A and B to the following constraint:
2.5 A + 4B < 60

NEW QUESTION: 3
Welche der folgenden Sequenzen im vi-Editor speichert das geöffnete Dokument und beendet den Editor? (Wähle ZWEI richtige Antworten.)
A. Strg: W!
B. esc: wq!
C. Strg XX
D. esc ZZ
E. esc zz
Answer: B,D